Updated mapSo, now comes the hard part: thinking!

I'll think out loud, feel free to add your two cents! (or feedback, Balin?)
Some observations:
About jumping portals:* It seems the # of jumped rooms from either side, is a fixed constant per portal (number?). If this jump would end us out of the map, the portal in question is black.
About black portals: * One sided black => all of them have even numbers, and are even divisible by 4, except for portal 81 and 18 (which are divisible by 9).
* Both sides black: only P32 (that we know) is black on either side. 32 = 2^5,
* Not black but also divisible by 4: 44, 84,
About "what's missing?" * Maybe the I, which is the 9th letter of the alfabet. => "9" could be a clue, or not

* Letter to number conversion, using A ==1, B ==2, etc?
Some PO-thoughts:* A hypothesis on jumping portals:
If the P-nr is not divisible by 2 => doesnt jump any room.
If the nr is divisible by 2 (once), but not 3: jumps over 1 room
if nr is divisible by 2, 3, but not 4 => jumps over 2 rooms, etc.
theory is inconsistent for P18, P22 and P32 though...
* Should we calculate the prime factors below 10 for each portal, with 9 as an exception?
But, this theory would mean P6 would get us into the gold room... which is not likely, since we started there!
Open questions* Why are most portals black on one side only, and why that side? Probably the logic includes other factors than just the portal number.
*Is there a mathematician around, who is good at calculating (small) prime numbers?
If this is the clue, very nice reference to the "Cube"-series, Balin!
@Anyone: Feel free to share your thoughts on this, I don't see any logic yet...